Model your renovation costs and equity impact
Renovation Loan Calculator
Calculate the monthly repayment on a renovation loan and see the estimated impact on your property value and home equity. Model any renovation budget against your current property and mortgage.
Enter your details
Monthly repayment
$594/mo
Over 10 years at 7.5%
Loan amount
$50,000
Total interest
$21,221
Cost of borrowing
Total repaid
$71,221
Estimated new value
$485,000
~70% value add rule
Est. equity after reno
$165,000
Combined LTV
66.0%
After renovation
How this calculator works
A renovation loan lets you borrow against your existing home equity to fund improvements. The two most common options are a home equity loan (a lump sum at a fixed rate) and a home equity line of credit (HELOC, a revolving line at a variable rate). In some countries, construction loans or renovation-specific products are also available.
This calculator models a standard fixed-rate renovation loan: a specific amount borrowed at a set rate, repaid over a chosen term. It shows your monthly repayment, total interest, and estimated impact on your property value and equity.
The 70% value-add assumption (renovations add approximately 70% of their cost in home value) is a conservative industry benchmark. Kitchen and bathroom renovations typically add more; highly custom or structural renovations can add less. Always get an independent valuation before and after major works.
Worked example
- 1Loan amount: $60,000
- 2Monthly payment: $60,000 at 7.5% over 120 months = $712/month
- 3Total repaid: $712 Γ 120 = $85,440 ($25,440 interest)
- 4Estimated value add: $60,000 Γ 70% = $42,000 uplift
- 5New home value: $600,000 + $42,000 = $642,000
- 6Equity: $642,000 β $350,000 β $60,000 = $232,000
- 7Combined LTV: ($350,000 + $60,000) / $642,000 = 63.9%
Frequently Asked Questions
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Try calculatorDisclaimer: Calculations are estimates for informational purposes only and do not constitute financial advice. Rates, taxes, and costs vary by state and lender. Consult a licensed mortgage professional before making financial decisions.